Digital Device, Ultra High Resolution - Next Generation

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Bitrate or Data Velocity

A solution is offered to increase fidelity or resolution in media device screens or phones (media presentation transducers) with only a change in input frequencies. If the mathematics is little understood please review the post about parity bit encryption. It discusses bitrate, and offers a way to encrypt remote/radio control signals in real time. That is very important for high priced digitally controlled items. The mathematics is more of an appendix than the full explanation, below.

Chromatic Conservation

Dot product of the pre-existing red, green and blue relationship will continue, as the bitrate is decreased for greater, digital device resolution. The bitrate for all three colours or wavelengths must change (increase) by the same factor.

For preservation of colour, simply make of the inherent, artificial scaling of frequency, known as current in inverse modality to the that which is recommended for voltage, below. That will also alter the bitrate accordingly.

The following is the more orthodox methodology. The wavelength is multiplied by a fraction to achieve this. So will device display or audio density or resolution. Voltage must proportionately fall with the fall in current. For x times the virtual pixel density, there is 1/x factor change in power. This is according the equation:

Bitrate [ 1 ] = 2 * Pi * n * f , n * ω

Bitrate [ 2] = ( Bitrate [ 1 ] * Bitrate [ 2 ] ) ^ 1/2 from the Agular Dot Product Rule posted article on this blog site.

That solution preserves Bitrate [ 1 ] in the display. The alternative bitrates are in the display device's computer.

This solution, with lower wavelength than the original computing device's, internal signal will produce a richer or higher resolution result. That comes from a higher two dimensional frequency set of oscillation over the pixel elements, producing a higher,  virtual pixel element density.

An alternative way of conveying that is that the signal will have a higher field density. Digital/Electronic precision is better than has ever been expected for the 21st century, with any credibility.

Wavelength is the variable proportional to field or special density, rather than frequency.

It is inversely proportional to frequency.

The normal rules of light chromatography from the visual display’s database wavelength selector still apply to the wavelength/bitrate-rescaled data.

** The solution delivers a method of increasing audio or any other wave-based media fidelity or resolution in devices without new hardware necessary.

A resolution increase means that a digital array may be programmed over the lower density device physical pixels. A similar array of wavelengths can be used to improve the visible colour density, or volume density (for audio) etc.

Only a firmware update would be required. Open source software with full source code will always gain more market share than any level of proprietary software.

(For a related and non-mathematical synopsis of applicable technology see the blog article, here, 3D Video & Photography without 3D Glasses, and 3D Immersive Sound.)

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